Robots that fly ... and cooperate | Vijay Kumar

2,174,801 views ・ 2012-03-01

TED


Dvaput kliknite na engleske titlove ispod za reprodukciju videozapisa.

Prevoditelj: Recezent: Tilen Pigac - EFZG
00:20
Good morning.
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Dobro jutro.
00:22
I'm here today to talk about autonomous flying beach balls.
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Danas ću govoriti
o samoupravljajućim, letećim... loptama za plažu.
00:27
(Laughter)
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Ma ne, o okretnim lebdećim robotima poput ovog.
00:28
No, agile aerial robots like this one.
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00:31
I'd like to tell you a little bit about the challenges in building these,
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Nekoliko riječi o izazovima pri građenju robota
kao i mogućnostima koje pruža
00:35
and some of the terrific opportunities for applying this technology.
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primjena ove tehnologije.
00:38
So these robots are related to unmanned aerial vehicles.
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Dakle, ovi roboti
su svojevrsne bezpilotne letjelice.
Međutim ovdje prikazane letjelice su velike.
00:44
However, the vehicles you see here are big.
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Budući da teže stotine kilograma、
00:47
They weigh thousands of pounds, are not by any means agile.
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pokretljivost im je otežana.
00:50
They're not even autonomous.
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Štoviše nisu niti samoupravljajuće.
00:52
In fact, many of these vehicles are operated by flight crews
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U stvarnosti, mnoge od ovih letjelica
su upravljane stručnim osobljem
poput grupe pilota
00:57
that can include multiple pilots,
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00:59
operators of sensors,
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kontrolorima senzora
01:01
and mission coordinators.
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i zapovjednicima misije.
01:03
What we're interested in is developing robots like this --
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Mi smo se pozabavili razvojem robota poput ovih --
prikazana su dva primjera
01:06
and here are two other pictures --
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robota koji se mogu kupiti u trgovini.
01:08
of robots that you can buy off the shelf.
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Dakle to su helikopteri sa četiri rotora-propelera
01:11
So these are helicopters with four rotors,
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otprilike promjera jednog metra
01:14
and they're roughly a meter or so in scale,
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i teže koji kilogram.
01:18
and weigh several pounds.
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Opremili smo ih sa senzorima i procesorima,
01:20
And so we retrofit these with sensors and processors,
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da bi mogli letjeti u zatvorenom prostoru
01:23
and these robots can fly indoors.
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bez GPSa.
01:25
Without GPS.
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Robot kojeg držim
01:27
The robot I'm holding in my hand
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...ovaj...
01:29
is this one,
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su kreirala dva studenta.
01:31
and it's been created by two students,
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Alex i Daniel.
01:34
Alex and Daniel.
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Težak je jedva
01:36
So this weighs a little more than a tenth of a pound.
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40-tak grama
01:39
It consumes about 15 watts of power.
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i pokreće ga snaga od 15 wati.
Kao što možete ocijeniti
01:42
And as you can see, it's about eight inches in diameter.
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u promjeru je oko 20 cm.
Dopustite da ukratko pojasnim
01:46
So let me give you just a very quick tutorial
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01:48
on how these robots work.
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na koji način ovi roboti rade.
Robot ima četiri propelera.
01:51
So it has four rotors.
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01:52
If you spin these rotors at the same speed,
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Ako se svi propeleri okreću istom brzinom
01:54
the robot hovers.
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robot lebdi u zraku.
01:56
If you increase the speed of each of these rotors,
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Kada povećamo okretaje propelera
robot se uzdiže.
02:00
then the robot flies up, it accelerates up.
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02:02
Of course, if the robot were tilted,
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Ako je robot nagnut
prema horizontali
02:05
inclined to the horizontal,
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02:06
then it would accelerate in this direction.
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onda će se kretati u tom smjeru.
02:09
So to get it to tilt,
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Evo jednog od dva načina kako nakrenuti robota.
02:11
there's one of two ways of doing it.
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Na ovoj slici
02:13
So in this picture, you see that rotor four is spinning faster
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uočite kako se 4. propeler okreće brže,
02:16
and rotor two is spinning slower.
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a 2. propeler se okreće sporije.
02:18
And when that happens,
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U tom trenutku
02:20
there's a moment that causes this robot to roll.
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robot se nakrene.
I drugi način je
02:24
And the other way around,
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02:25
if you increase the speed of rotor three and decrease the speed of rotor one,
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da povećate brzinu 3. propelera
i smanjite brzinu 1. propelera,
čime je robot usmjeren prema naprijed.
02:31
then the robot pitches forward.
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02:33
And then finally,
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Konačno
02:35
if you spin opposite pairs of rotors
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ako ubrzate dva
02:37
faster than the other pair,
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nasuprotna propelera
02:39
then the robot yaws about the vertical axis.
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robot će se okretati oko vertikalne osi.
U osnovi, ugrađeni procesor
02:42
So an on-board processor
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02:43
essentially looks at what motions need to be executed
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opaža koje kretnje trebaju biti izvršene,
usklađuje kretnje
02:47
and combines these motions,
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te šalje primjerenu naredbu motorima
02:49
and figures out what commands to send to the motors --
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600 puta u sekundi.
02:52
600 times a second.
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02:53
That's basically how this thing operates.
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Tako u osnovi robot radi.
Prednost ovakvog dizajna
02:56
So one of the advantages of this design
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je, da s manjim komponentama
02:58
is when you scale things down,
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robot postaje okretniji.
03:00
the robot naturally becomes agile.
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Na ovoj slici R predstavlja
03:03
So here, R is the characteristic length of the robot.
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karakterističnu duljinu robota.
U osnovi to je radius robota.
03:07
It's actually half the diameter.
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03:09
And there are lots of physical parameters that change as you reduce R.
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Mnogi fizikalni parametri se mijenjaju
kako smanjujemo R.
03:14
The one that's most important is the inertia,
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Najvažniji parametar
je tromost, ili otpor kretanju.
03:17
or the resistance to motion.
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Ispada da je
03:19
So it turns out the inertia, which governs angular motion,
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tromost, o kojoj ovisi kretanje pod kutom,
proporcionalna R na petu potenciju.
03:24
scales as a fifth power of R.
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Sa smanjivanjem R
03:27
So the smaller you make R,
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03:28
the more dramatically the inertia reduces.
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tromost dramatično pada.
03:31
So as a result, the angular acceleration,
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To rezultira kutnom akceleracijom
03:34
denoted by the Greek letter alpha here,
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označenom grčkim slovom alfa
03:36
goes as 1 over R.
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približno 1/R.
03:38
It's inversely proportional to R.
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Dakle, obrnuto proporcionalna s R.
03:40
The smaller you make it, the more quickly you can turn.
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Što je robot manji, to je okretniji.
Što je očito iz ovih snimki.
03:44
So this should be clear in these videos.
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Promotrite robota, desno dolje,
03:46
On the bottom right, you see a robot performing a 360-degree flip
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kako se okrenuo 360 stupnjeva.
03:50
in less than half a second.
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u djeliću sekunde.
03:52
Multiple flips, a little more time.
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Višestruki okreti - malo više vremena.
Ugrađeni procesori
03:56
So here the processes on board
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zaprimaju informaciju od ugrađenih
03:58
are getting feedback from accelerometers and gyros on board,
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akcelerometara i žiroskopa
04:01
and calculating, like I said before,
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te procesiraju, kao što rekoh,
04:03
commands at 600 times a second,
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te informacije 600 puta u sekundi
04:05
to stabilize this robot.
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stabilizirajući robota.
04:07
So on the left, you see Daniel throwing this robot up into the air,
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Na dnu lijevo, uočite Daniela kako baca robota u zrak
04:10
and it shows you how robust the control is.
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demonstrirajući koliko je robot robustan.
Bez obzira kako ga bacite
04:13
No matter how you throw it,
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04:14
the robot recovers and comes back to him.
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robot se dočeka na noge i doleti nazad.
04:18
So why build robots like this?
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Koja je svrha graditi ovakve robote?
Može biti višestruka.
04:21
Well, robots like this have many applications.
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Robote možete poslati u zgrade pod ugrozom
04:24
You can send them inside buildings like this,
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04:26
as first responders to look for intruders,
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primjerice kao izvidnicu za otkrivanje provalnika,
otkrivanje biokemijskog hazarda,
04:30
maybe look for biochemical leaks,
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ili curenja plina.
04:33
gaseous leaks.
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Možete ih koristiti i kao
04:35
You can also use them for applications like construction.
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programirane graditelje.
04:38
So here are robots carrying beams, columns
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Uočite kako roboti nose gredice i stupiće
i sklapaju ih u kockaste konstrukcije.
04:43
and assembling cube-like structures.
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04:45
I'll tell you a little bit more about this.
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O tome malo više kasnije.
04:48
The robots can be used for transporting cargo.
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Ove robote možemo koristiti i za prijenos tereta.
04:51
So one of the problems with these small robots
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Međutim, s obzirom na njihovu veličinu
04:54
is their payload-carrying capacity.
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kapacitet nosivosti je malen.
04:56
So you might want to have multiple robots carry payloads.
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Stoga bi bilo dobro udružiti robote
za prijenos tereta.
05:00
This is a picture of a recent experiment we did --
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Evo snimke nedavnog pokusa --
doduše već ima tome --
05:03
actually not so recent anymore --
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05:04
in Sendai, shortly after the earthquake.
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u Sendaiu, netom iza potresa.
05:07
So robots like this could be sent into collapsed buildings,
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Roboti mogu biti poslani u ruševine
kako bi se procjenila šteta
05:11
to assess the damage after natural disasters,
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ili u objekte s reaktorima
05:14
or sent into reactor buildings,
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05:15
to map radiation levels.
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da izmjere razinu radijacije.
05:19
So one fundamental problem that the robots have to solve
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Osnovni problem
s kojim se roboti moraju nositi, samoinicijativno
05:23
if they are to be autonomous,
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05:24
is essentially figuring out how to get from point A to point B.
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je u biti zaključivanje
kako doći od točke A do točke B.
05:28
So this gets a little challenging,
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Dakle stvari postaju složenije
05:30
because the dynamics of this robot are quite complicated.
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s porašću dinamike robota.
05:33
In fact, they live in a 12-dimensional space.
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U načelu, roboti žive u 12-dimenzionalnom prostoru.
Pa smo morali tome doskočiti.
05:36
So we use a little trick.
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05:37
We take this curved 12-dimensional space,
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Uzeli smo zakrivljeni 12-dimenzionalni prostor
i transformirali ga
05:41
and transform it into a flat, four-dimensional space.
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u ravninski 4-dimenzionalni prostor.
Ovaj 4-dimenzionalni prostor
05:45
And that four-dimensional space consists of X, Y, Z,
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se sastoji od X, Y, Z i osnog kuta.
05:48
and then the yaw angle.
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05:49
And so what the robot does,
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Što je robotu činiti
05:51
is it plans what we call a minimum-snap trajectory.
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je isplanirati putanju najmanje akceleracije.
Da se prisjetimo fizike,
05:56
So to remind you of physics:
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05:57
You have position, derivative, velocity;
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imamo položaj, te 1. derivaciju položaja - brzinu,
05:59
then acceleration;
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zatim akceleraciju - 2. vremenska derivacija položaja (d2x/dt2)
06:01
and then comes jerk,
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impuls - 3. derivacija položaja (d3x/dt3)
06:03
and then comes snap.
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'cimanje' - 4. derivacija položaja (d4x/dt4).
06:05
So this robot minimizes snap.
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Robot minimizira cimanje.
06:08
So what that effectively does,
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Rezultat toga je
06:10
is produce a smooth and graceful motion.
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glatko, ravnomjerno kretanje robota.
06:12
And it does that avoiding obstacles.
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I to pri zaobilaženju zapreka.
Dakle, putanje najmanje akceleracije u ovom ravninskom prostoru
06:16
So these minimum-snap trajectories in this flat space are then transformed
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potom transformiramo nazad
06:19
back into this complicated 12-dimensional space,
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u složeni 12-dimenzionalni prostor,
koje robot mora slijediti
06:23
which the robot must do for control and then execution.
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radi provjere i potom izvršavanja.
06:26
So let me show you some examples
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Evo nekoliko primjera
06:28
of what these minimum-snap trajectories look like.
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kako putanje najmanje akceleracije izgledaju.
U prvoj snimci
06:31
And in the first video,
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06:32
you'll see the robot going from point A to point B,
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vidjet ćete kretanje robota od točke A do točke B
ali kroz zadanu točku.
06:35
through an intermediate point.
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06:36
(Whirring noise)
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Robot je sposoban
06:43
So the robot is obviously capable of executing any curve trajectory.
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pratiti zakrivljene putanje.
Ovo su kružne putanje
06:47
So these are circular trajectories,
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06:48
where the robot pulls about two G's.
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na kojima robot potegne 2G.
06:52
Here you have overhead motion capture cameras on the top
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Ovdje imamo stropne kamere
06:56
that tell the robot where it is 100 times a second.
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koje signaliziraju robotu njegov položaj 100 puta u sekundi.
06:59
It also tells the robot where these obstacles are.
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Također daju robotu do znanja gdje su prepreke.
Te prepreke mogu biti pokretne.
07:03
And the obstacles can be moving.
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07:04
And here, you'll see Daniel throw this hoop into the air,
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Ovdje vidite Daniela kako baca kolut u zrak,
07:07
while the robot is calculating the position of the hoop,
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a robot računa položaj koluta
pokušavajući odrediti pravi trenutak za prolazak kroz kolut.
07:10
and trying to figure out how to best go through the hoop.
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Kao znanstvenici, primorani smo izvoditi
07:14
So as an academic,
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07:15
we're always trained to be able to jump through hoops
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akrobacije kako bi fondovi za naše projekte bili odobreni,
07:17
to raise funding for our labs,
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pa smo odlučili i robote naučiti akrobacijama.
07:19
and we get our robots to do that.
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07:21
(Applause)
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(Pljesak)
Dodatna stvar koju robot može učiniti
07:28
So another thing the robot can do
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je memoriranje dijelova putanje
07:30
is it remembers pieces of trajectory
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07:32
that it learns or is pre-programmed.
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koju je savladao ili mu je predprogramirana.
Ovdje vidite robota
07:35
So here, you see the robot combining a motion that builds up momentum,
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kako kombinira kretnje
i vreba pravi trenutak
07:40
and then changes its orientation and then recovers.
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u kojem će se nagnuti i potom vratiti u početni položaj.
Na to je prisiljen jer svjetli otvor prozora
07:44
So it has to do this because this gap in the window
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07:46
is only slightly larger than the width of the robot.
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je tijesan za njegovu širinu.
Poput skakača s daske
07:51
So just like a diver stands on a springboard
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07:53
and then jumps off it to gain momentum,
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kada odskoči da bi dobio zamah,
potreban za piruetu, i dvostruki salto
07:56
and then does this pirouette, this two and a half somersault through
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da bi se na kraju ponovo ispružio,
07:59
and then gracefully recovers,
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08:00
this robot is basically doing that.
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ovaj robot u osnovi čini isto.
08:02
So it knows how to combine little bits and pieces of trajectories
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Dakle zna kako usuglasiti više manjih putanja
08:05
to do these fairly difficult tasks.
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u jednu znatno složeniju.
Promjenimo temu.
08:10
So I want change gears.
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08:11
So one of the disadvantages of these small robots is its size.
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Jedan od nedostataka robota je veličina.
I kao što rekoh
08:15
And I told you earlier
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08:16
that we may want to employ lots and lots of robots
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trebat ćemo upregnuti veliki broj robota
da bi nadomjestili taj nedostatak.
08:19
to overcome the limitations of size.
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Prva poteškoća je
08:22
So one difficulty is:
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08:23
How do you coordinate lots of these robots?
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kako koordinirati jato robota?
08:26
And so here, we looked to nature.
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Okrenuli smo se majci prirodi.
08:28
So I want to show you a clip of Aphaenogaster desert ants,
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Pogledajmo slijedeći prilog
s pustinjskim mravima Aphaenogaster.
kako nose teret, u laboratoriju profesora Stephen Pratta.
08:33
in Professor Stephen Pratt's lab, carrying an object.
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Ovo je komadić smokve.
08:36
So this is actually a piece of fig.
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Ako im podmetnete bilo koji predmet preliven smokvinim sokom
08:38
Actually you take any object coated with fig juice,
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mravi će ga odvući u mravinjak.
08:40
and the ants will carry it back to the nest.
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08:42
So these ants don't have any central coordinator.
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Mravi očito nemaju koordinatora.
Ali osjećaju ostale iz skupine.
08:46
They sense their neighbors.
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Ne postoji izravna komunikacija.
08:48
There's no explicit communication.
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Ali kako osjećaju ostale u skupini
08:50
But because they sense the neighbors
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i kako osjećaju predmet,
08:52
and because they sense the object,
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08:53
they have implicit coordination across the group.
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koordinacija je ostvarena posredno.
Takvu sličnu koordinaciju
08:57
So this is the kind of coordination we want our robots to have.
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smo željeli ostvariti kod robota.
09:01
So when we have a robot which is surrounded by neighbors --
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Ako imamo robota
grupiranog u jato
promotrimo robota I i robota J --
09:06
and let's look at robot I and robot J --
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želimo robote osvijestiti
09:08
what we want the robots to do,
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da paze na međusobni razmak
09:10
is to monitor the separation between them,
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09:12
as they fly in formation.
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kada tvore formaciju.
09:14
And then you want to make sure
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Želimo da se taj razmak
09:16
that this separation is within acceptable levels.
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održava unutar određene tolerancije.
Da ponovimo, roboti prate ovu toleranciju
09:19
So again, the robots monitor this error
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09:21
and calculate the control commands 100 times a second,
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i proračunavaju kontrolne naredbe
100 puta u sekundi,
09:25
which then translates into motor commands,
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što znači da motor zaprima 600 naredbi u sekundi.
09:28
600 times a second.
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I to treba biti učinjeno
09:29
So this also has to be done in a decentralized way.
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decentralizirano.
09:32
Again, if you have lots and lots of robots,
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Ako imate jato robota,
bilo bi nemoguće koordinirati ih centralno
09:35
it's impossible to coordinate all this information centrally
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09:38
fast enough in order for the robots to accomplish the task.
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zadovoljavajućom brzinom za ostvarenje zadaće.
09:41
Plus, the robots have to base their actions only on local information --
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Dodatno, roboti moraju zasnivati kretnje
isključivo na lokalnim informacijama
koje zaprimaju od susjednih robota.
09:46
what they sense from their neighbors.
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I napokon
09:48
And then finally,
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09:49
we insist that the robots be agnostic to who their neighbors are.
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inzistirali smo da su roboti agnostični
prema susjedima.
09:53
So this is what we call anonymity.
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To smo nazvali anonimnost.
Sada ću vam pokazati
09:57
So what I want to show you next is a video of 20 of these little robots,
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snimak
sa 20 robota
10:03
flying in formation.
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koji lete u formaciji.
Svaki robot promatra položaj susjeda.
10:06
They're monitoring their neighbors' positions.
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I tako održavaju formaciju.
10:09
They're maintaining formation.
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10:10
The formations can change.
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Formacija se može mijenjati.
10:12
They can be planar formations,
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Može biti ravninska
10:14
they can be three-dimensional formations.
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ili prostorna.
Kao što ovdje vidite,
10:17
As you can see here,
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10:18
they collapse from a three-dimensional formation into planar formation.
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roboti iz prostorne formacije tvore ravninsku.
I da bi letjeli kroz prepreke
10:22
And to fly through obstacles,
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10:23
they can adapt the formations on the fly.
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sposobni su prilagoditi formaciju u letu.
Roboti mogu prići blizu jedan drugom.
10:28
So again, these robots come really close together.
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10:30
As you can see in this figure-eight flight,
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Kao što vidite u ovoj formaciji u obliku osmice,
10:32
they come within inches of each other.
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roboti prilaze jedni drugima unutar par centimetara.
I unatoč aerodinamičnom utjecaju
10:35
And despite the aerodynamic interactions with these propeller blades,
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propelerskih elisa
10:39
they're able to maintain stable flight.
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održavaju stabilan let.
10:41
(Applause)
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(Pljesak)
Kada ih jednom naučite letjeti u formaciji
10:49
So once you know how to fly in formation,
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možete podići predmete surađujući.
10:51
you can actually pick up objects cooperatively.
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To ujedno znači
10:53
So this just shows that we can double, triple, quadruple
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da možemo udvostručiti, utrostručiti ili učetverostručiti
snagu robota
10:58
the robots' strength,
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10:59
by just getting them to team with neighbors, as you can see here.
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usklađujući njihovo djelovanje, kao što je prikazano.
Jedan od nedostataka ovakvog pristupa
11:02
One of the disadvantages of doing that is, as you scale things up --
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je, kako teret postaje teži...
11:06
so if you have lots of robots carrying the same thing,
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i ako uposlite jato robota za prijenos tereta
u osnovi povećavate tromost,
11:09
you're essentially increasing the inertia,
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11:11
and therefore you pay a price; they're not as agile.
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čime naravno jato postaje manje okretno.
11:14
But you do gain in terms of payload-carrying capacity.
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Ali tako možete prenašati teže objekte.
Još jedna primjena koju želim pokazati --
11:18
Another application I want to show you -- again, this is in our lab.
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ponovo, u našem laboratoriju.
11:21
This is work done by Quentin Lindsey, who's a graduate student.
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Ovo je napravio naš postdiplomac Quentin Lindsey.
Njegov algoritam u osnovi naređuje robotima
11:24
So his algorithm essentially tells these robots
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kako da samostalno sklope
11:27
how to autonomously build cubic structures
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prostorne rešetkaste konstrukcije
iz gredica.
11:31
from truss-like elements.
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Njegov algoritam govori robotu
11:34
So his algorithm tells the robot what part to pick up,
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koji dio podići,
te kada i gdje ga ugraditi.
11:38
when, and where to place it.
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Na ovoj snimci možete vidjeti --
11:40
So in this video you see --
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11:41
and it's sped up 10, 14 times --
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ubrzano 10 - 14 puta --
tri različite konstrukcije sklapane robotima.
11:44
you see three different structures being built by these robots.
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Roboti su samoupravljajući,
11:47
And again, everything is autonomous,
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i sve što Quentin treba učiniti
11:49
and all Quentin has to do
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11:50
is to give them a blueprint of the design that he wants to build.
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je dostaviti im nacrt
konstrukcije koja treba biti sklopljena.
11:56
So all these experiments you've seen thus far,
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Dakle, svi ovi pokusi koje ste vidjeli,
11:59
all these demonstrations,
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sve ove demonstracije,
12:01
have been done with the help of motion-capture systems.
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su ostvarene uz pomoć sustava za praćenje kretnji.
Međutim, što se događa kada napustite laboratorij
12:05
So what happens when you leave your lab,
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i otisnete se u stvaran svijet?
12:07
and you go outside into the real world?
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12:09
And what if there's no GPS?
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I što kada nema GPSa?
12:12
So this robot is actually equipped with a camera,
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Primjerice, ovaj robot
je opremljen kamerom
i laserskim daljinomjerom, laserskim skenerom.
12:17
and a laser rangefinder, laser scanner.
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I koristi ove senzore
12:20
And it uses these sensors to build a map of the environment.
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kako bi izgradio kartu okruženja.
Takva karta sadrži objekte --
12:24
What that map consists of are features --
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poput vrata, prozora,
12:27
like doorways, windows, people, furniture --
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ljudi, namještaja --
i onda robot procjenjuje gdje se nalazi
12:31
and it then figures out where its position is,
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u odnosu na te objekte.
12:33
with respect to the features.
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12:34
So there is no global coordinate system.
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Sve bez globalnog koordinatnog sustava (GPS).
Koordinatni sustav je definiran robotom,
12:37
The coordinate system is defined based on the robot,
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12:39
where it is and what it's looking at.
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njegovim položajem, i time što promatra.
12:42
And it navigates with respect to those features.
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I navođenje se odvija u odnosu na te objekte.
Evo isječka
12:46
So I want to show you a clip
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12:47
of algorithms developed by Frank Shen and Professor Nathan Michael,
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s algoritmima koje je razvio Frank Shen
i profesor Nathan Michael
12:51
that shows this robot entering a building for the very first time,
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koji prikazuje robota kako ulazi u zgradu po prvi puta
12:55
and creating this map on the fly.
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i stvara kartu u letu.
12:58
So the robot then figures out what the features are,
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Robot razaznaje objekte i
13:01
it builds the map,
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iscrtava kartu (model).
13:02
it figures out where it is with respect to the features,
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Izračunavajući udaljenosti do objekata
13:05
and then estimates its position 100 times a second,
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robot određuje svoj položaj
100 puta u sekundi
13:09
allowing us to use the control algorithms that I described to you earlier.
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uz korištenje kontrolnog algoritma
koji sam opisao ranije.
13:13
So this robot is actually being commanded remotely by Frank,
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Dakle ovaj robot zaprima
Frankove naredbe sa udaljene lokacije.
Ali robot također može
13:18
but the robot can also figure out where to go on its own.
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samostalno procijeniti gdje treba ići.
Recimo da želim poslati robota u zgradu
13:22
So suppose I were to send this into a building,
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za koju nemam predodžbu o unutrašnjosti.
13:24
and I had no idea what this building looked like.
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Jednostavno pošaljem robota da
13:26
I can ask this robot to go in,
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kreira kartu (model)
13:28
create a map,
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i pozovem ga nazad da mi predoči što je zabilježio.
13:30
and then come back and tell me what the building looks like.
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13:32
So here, the robot is not only solving the problem
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Dakle, robot ne samo da rješava problem
kako stići od točke A do točke B na ovoj karti,
13:36
of how to go from point A to point B in this map,
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13:38
but it's figuring out what the best point B is at every time.
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nego i procjenjuje
koja je optimalna točka B.
U osnovi, robot zna da treba ići
13:43
So essentially it knows where to go
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13:45
to look for places that have the least information,
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prema lokacijama o kojima ima najmanje informacija.
I na taj način iscrtava kartu (model).
13:48
and that's how it populates this map.
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13:50
So I want to leave you with one last application.
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I da zaključim
s još jednom primjenom robota.
13:54
And there are many applications of this technology.
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A postoje i mnoge druge primjene.
13:57
I'm a professor, and we're passionate about education.
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Ja sam profesor, i kao takav strastven za edukaciju.
Ovakvi roboti mogu promijeniti
14:00
Robots like this can really change the way we do K-12 education.
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način na koji se odvija nastava.
Ali s obzirom da smo u Južnoj Kaliforniji,
14:04
But we're in Southern California,
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blizu Los Angelesa,
14:06
close to Los Angeles,
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morat ću zaključiti
14:08
so I have to conclude with something focused on entertainment.
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u holivudskom tonu.
Neka to bude glazbeni video.
14:12
I want to conclude with a music video.
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Želim predstaviti Alexa i Daniela,
14:14
I want to introduce the creators, Alex and Daniel, who created this video.
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kreatore videa.
(Pljesak)
14:19
(Applause)
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14:25
So before I play this video,
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No prije nego prikažemo video,
14:27
I want to tell you that they created it in the last three days,
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želim napomenuti da su ga snimili u zadnja tri dana
14:30
after getting a call from Chris.
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nakon poziva od Chrisa (TED kuratora).
14:32
And the robots that play in the video are completely autonomous.
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I roboti koji sviraju na snimci
su potpuno samostalni.
14:36
You will see nine robots play six different instruments.
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Vidjet ćete 9 robota kako svira 6 instrumenata.
Naravno, eksluzivno za TED 2012.
14:40
And of course, it's made exclusively for TED 2012.
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Pogledajmo.
14:44
Let's watch.
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14:46
(Sound of air escaping from valve)
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14:53
(Music)
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14:56
(Whirring sound)
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15:19
(Music)
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(Glazba)
(Pljesak)
16:24
(Applause) (Cheers)
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